Question

From these two statements, what logic can be drawn for the multiplicative identity of integers?

Statement $1$: $0$ is the additive identity for integers.

Statement $2$: Any integer added to zero results in the integer itself.

• A. Any integer multiplied to it will give $0$ as the result
• B. Any integer multiplied to it will give $1$ as the result
• C. Any integer multiplied to it will give the same integer as the result
• D. No logic can be drawn

Answer 1

The correct option is C

Any integer multiplied to it will give the same integer as the result

Statement $1$: $0$ is the additive identity for integers.

Statement $2$: Any integer added to zero results in the integer itself.

Using the above two statements, the logic that can be drawn for multiplicative identity of integers is that any integer multiplied to it will give the same integer as the result and $1$ is the multiplicative identity of integers.